Conformable fractional wave-like equation on a radial symmetric plate

Abstract

The generalization of physical processes by using local or nonlocal fractional operators has been an attractive research topic over the last decade. Fractionalization of integer order models gives quite reality to mathematical descriptions so that one should obtain the sub/super behaviors of real world problems. In this article, we are motivated to formulate a wave-like equation in terms of the left sequential conformable fractional derivative on a radial plate and also discuss on the differences among the statements of classical, existing fractional and conformable fractional wave equations.